- #1
TrueBlue1990
- 4
- 0
Starting with:
x'=[itex]\gamma[/itex](x-vt) & x=[itex]\gamma[/itex](x'+vt')
I know that I can derive t'=[itex]\gamma[/itex](t-vx/c^2)... however I can't seem to make it fall out mathematically. The suggested method is to cancel x'. Can anyone help me out on the steps?
Much appreciated! :)
x'=[itex]\gamma[/itex](x-vt) & x=[itex]\gamma[/itex](x'+vt')
I know that I can derive t'=[itex]\gamma[/itex](t-vx/c^2)... however I can't seem to make it fall out mathematically. The suggested method is to cancel x'. Can anyone help me out on the steps?
Much appreciated! :)